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Identity from Gilbreath's conjecture?

Published on
#number-theory #polynomials #proof-verification #asymptotics
31
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Asymptotic analysis of a double sequence

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#sequences-and-series #analysis #asymptotics
79
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For $\epsilon >0$, how to show that $\lim_{n \to \infty} (1-e^{n\epsilon})^{\frac{1}{1-\frac{1}{n}}} = 0$?

Published on
#real-analysis #limits #asymptotics
166
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How to prove that f(n) ∈ O(n) by constructive induction

Published on
#algorithms #induction #asymptotics
32
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Proving ⌊n⌋ series is O(n)

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#sequences-and-series #asymptotics
173
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Find asymptotic of recurrence sequence $x_{n+1} = (x_n)^2 + 1$

Published on
#sequences-and-series #recurrence-relations #asymptotics
886
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How to use steepest descent method to approximate $\int_0^{1}s^{1/4+i b x}e^{sx}ds$ as $x\to+\infty$?

Published on
#complex-analysis #asymptotics #integral-transforms
409
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Infinitely differentiable functions and their bounds

Published on
#calculus #real-analysis #analysis #asymptotics
64
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Solving a limit to prove Big Theta

Published on
#limits #discrete-mathematics #asymptotics #exponential-function
340
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Asymptotic behavior of Lambert function

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#asymptotics #lambert-w
69
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Understanding O-notation calculation: $\frac{f(x) + O(|x-x_0|))}{f(x) + O(|x-x_0|)}$

Published on
#calculus #limits #asymptotics
325
Views

Strong upper bound for consecutive p-smooth numbers

Published on
#number-theory #reference-request #asymptotics
313
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Does (or when does) $O(\log\text{poly}(n)) = O(\text{poly}(\log(n)))$?

Published on
#polynomials #algorithms #asymptotics #computational-complexity
487
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Sobolev Spaces and periodic functions

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#asymptotics #sobolev-spaces
221
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Iterated sums and asymptotics

Published on
#summation #asymptotics

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